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The matrix equation of equilibrium is derived from the variational principle.
A dimensional equation of equilibrium moisture content is presented based on the modified Kelvin equation.
We have solved the equation of equilibrium for torsional vibrations of a sphere in which the density and rigidity are functions of the radial distance and co-latitude.
Newmark's direct integration scheme is used to solve the dynamic equation of equilibrium at every timestep during the transient analysis.
The derivation was developed from the Gibbs equation of equilibrium thermodynamics using the local equilibrium hypothesis, Onsager reciprocal relations and Prigogine's theorem for systems in mechanical equilibrium.
A dimensional equation of equilibrium moisture is established by the specific surface area, temperature and humidity, and an effective coefficient of equilibrium moisture is put forward.
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Differential equations of equilibrium.
These three conditions are independent of one another, and their expression in mathematical form comprises the equations of equilibrium.
The Navier equations of equilibrium are solved for each layer in the frequency domain.
The basic equations of equilibrium for fibers on a torus are given based on netting analysis.
An energy method is used to derive the differential equations of equilibrium, and the differential equations of buckling equilibrium.
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